Question

MEDAL AND FAN!!!!
Find the indicated root.

Answer 1

\[\sqrt[3]{n ^{75}}\]

Answer 2

@AnswerMyQuestions @texaschic101

Answer 3

Best way would be using law of exponents:

\[\large{\boxed{(a^b)^c = a^{bc}}}\]

Now, \(\large{\sqrt[3]{...}}\) can be written as \(\large{(...)^{\cfrac{1}{3}}}\). Thus, your expression would become:

\[\large{\sqrt[3]{n^{75}} = (n^{75})^{\cfrac{1}{3}}}\]

Now try applying law of exponents which I described above.

Answer 4

What will you get ?

Answer 5

its \[n\]

Answer 6

n\[^{27}\]

Answer 7

omg its

Answer 8

How did you get that ?

Answer 9

\[n^{27}\]

Answer 10

Why 27 ?

Answer 11

25

Answer 12

Very good

Answer 13

i cant type today

Answer 14

So your answer must be ?

Answer 15

No problem. I understood

Answer 16

\[n ^{25}\]

Answer 17

No need to type :)

Answer 18

Fantastic work... Very good.

Best wishes!